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mf_newspaces • Show schema
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{'Nk2': 312, 'analytic_conductor': 0.622833135765987, 'char_conductor': 13, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [78, 3, [53, 67], [3, 1]], 'conrey_index': 55, 'cusp_dim': 20, 'dim': 4, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 274911461454, 'hecke_orbit_dims': [2, 2], 'label': '78.2.e', 'level': 78, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 13], 'level_radical': 78, 'mf_dim': 36, 'mf_new_dim': 4, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 2, 'sturm_bound': 28, 'trace_bound': 3, 'trace_display': [2, 0, 4, 0], 'traces': [4, 2, 0, -2, 4, 0, 0, -4, -2, 2, -8, 0, -2, 0, -4, -2, -2, -4, 0, -2, 8, 8, 0, 0, 0, 2, 0, 0, 6, 4, -16, 2, -4, -4, -8, -2, 18, 0, 12, -4, -2, 4, 0, 16, -2, 0, 16, 0, 6, 0, -16, 4, 4, 0, -16, 0, 8, -6, 8, 8, 18, -8, 0, 4, -26, -8, 8, -2, 12, -16, 8, 2, -52, -18, -8, 0, 16, 0, -16, -2, -2, 2, 0, -4, 14, 0, -12, 8, -20, -4, 0, 0, 0, 8, -8, 0, -12, -6, 16, 0, -10, -8, 48, 2, 8, 2, 24, 0, 24, 16, -4, 0, 6, 4, 24, -12, 4, 16, 16, 4, -18, 36, 8, 8, 12, 0, 16, 2, -40, -22, -16, -4, -8, -8, 8, 2, -26, 24, 16, -8, -4, 16, 16, 4, -18, -26, 0, -36, 6, 8, -32, 0, -2, 8, -16, -12, -4, -8, -4, 2, -48, 2, -16, 4, -20, 0, -24, -8, 22, 28, 0, 0, 28, -24, -16, -8, 16, 20, 0, -2, -4, 24, 8, 0, 10, 0, -16, -8, -4, -16, 8, 0, -6, -24, 8, -12, -12, 8, 0, 0, 12, 10, 48, 8, 14, 24, 0, -2, 16, 4, -8, -2, 40, -24, 40, 0, 0, 12, 0, 32, 4, -8, 8, 0, 0, 12, -32, -4, -24, -24, -16, -6, -24, 2, 32, 8, 0, -16, 0, -4, -6, -36, 0, 18, 6, 16, 0, 16, 12, 6, 8, 0, 24, -16, -8, -2, 6, -20, 16, 4, -12, -8, -8, 4, 20, 8, -16, -16, -4, 4, 8, 4, -4, -52, -16, 12, -6, 32, 8, 8, 68, 4, -40, 8, 8, -16, -32, 2, 0, 18, 32, 26, 22, 0, -8, -18, -4, 12, -72, 16, 40, -16, -20, 0, 10, 2, -48, -8, -4, -8, -48, -12, -8, -2, -8, 8, -60, 4, 0, 4, -12, -24, 16, 4, -48, -32, -16, 2, -8, -40, 32, 0, -36, 24, 32, -4, 28, 44, 0, 14, 32, 0, 0, 0, 12, 56, 24, -12, 4, -32, -12, -16, -2, 8, -32, 40, -4, 0, -48, 2, 30, -2, 64, 24, -52, 4, 0, 0, 4, -10, -8, 0, -38, -8, 12, -16, 78, -8, -32, -8, -8, 16, -48, 0, 80, 6, 0, -12, 116, -8, 96, -6, -8, 12, -16, -8, 4, 0, 0, 0, 30, 24, 8, 20, -2, 24, 64, 16, -22, -14, -16, -24, -16, 0, -48, -4, 16, 8, 8, -4, 12, 8, -8, -4, 32, 20, -8, -48, 8, 80, 8, 0, 34, 0, 0, -12, -48, 0, -24, 16, -12, -46, -32, -4, -52, -8, -24, 0, 12, 0, 8, 6, 4, -64, 16, -8, -14, -12, 8, -48, -18, 16, 48, 6, 16, -12, -80, -2, -48, 16, -12, -8, -80, 0, -16, -32, -2, 0, -32, -8, 42, -12, 0, -18, -44, 0, 24, -18, -48, -6, 48, 8, -108, 24, 32, 8, -40, -12, 64, -6, 24, 16, 8, 0, -50, 48, 0, -32, -18, -4, 0, -4, -4, -6, 64, 20, -40, 8, 32, 26, 116, -6, 72, 8, 0, 8, 8, 8, -26, 10, 8, 16, -50, -32, 0, -8, -12, -8, 24, -4, 44, -8, 12, 2, 88, 4, -64, -26, 18, 16, 48, -12, 0, -12, 32, 16, 6, 16, 0, 16, 28, 34, -40, 8, 6, 40, 0, -8, -12, 4, -48, -32, -32, -16, 48, -2, 76, 0, -40, 36, 24, 16, -16, 52, 4, 44, 32, 0, 0, -16, 0, 18, -60, 4, 8, 6, -40, 0, 48, 8, 26, -40, -16, 16, -82, -40, -64, 0, 12, 20, -32, 4, 18, -24, 4, -16, 30, 4, 80, 8, 12, -24, 64, 0, -36, -4, -16, 2, -68, 8, -32, 16, 40, -30, 0, 8, 6, 0, 8, 2, -2, -24, 8, 24, -40, -16, -24, 2, -32, -48, -32, -16, -20, 16, 16, -2, 26, -16, -48, -20, -30, 64, -4, 0, -8, -18, 72, 48, -24, -32, -128, 4, -30, 14, 16, 22, -56, 0, -32, -14, 8, -32, 88, 0, -10, 0, 32, 0, -26, 24, -24, 28, -8, 48, 0, 12, 68, -4, 0, -16, 8, -12, 16, -8, -20, 2, 80, -8, 10, -64, 8, 20, 0, -8, 104, 0, -12, -24, -24, 4, -8, -30, -16, 2, -48, 32, 32, 0, 4, -26, -80, -4, -36, 0, 12, 0, 56, 2, 0, -20, -4, -16, 48, 0, 30, -76, 0, 8, 48, -12, -40, -8, -32, 12, -48, -4, 52, 32, -96, 8, -4, -16, -32, 8, 14, -96, -16, 0, 20, 40, 0, 12, 12, 0, 0, 12, 36, 58, -32, -16, 16, 48, -12, 6, 44, 8, 24, 24, 20, -8, 0, -16, -36, 8, -8, 0, -28, 0, 8, 0, 40, -30, 104, 12, -48, -8, 64, 10, 46, 2, -80, -24, 24, 128, 32, 8, 40, -44, 24, -28, 12, -8, 56, -48, -32, 16, -112, 0, 18, -24, 56, -2, -12, 8, 24, -8, 0, -8, -32, -8, -32, 6, 16, 16, 70, -16, -64, -2, 12, 64, 24, -20, 60, 8, -8, -24, 132, 52, -48, 40, -4, -8, 128, 0, -4, 68, 16, 0, 32, 0, -64, -24, -12, -24, 24, 0, -78, 24, -40, -16, -50, -6, 0, -50, -16, -16, 24, 4, 32, 52, -8, -16, -8, -12, -24, 0, -24, 24, -24, 0, 14, 16, 0, -6, -52, -4, 0, -32, 20, 32, -112, -4, 24, 14, -64, 12, -16, 16, 32, -24, -4, -36, -16, 32, -16, 24, -24, 12, -10, -16, 0, 12, 36, -40, -128, -4, 92, -24, 16, -16, 40, 12, -48, -16, -4, -40, -32, 0, 26, -32, -36, -16, -108, -4, 40, 0, 72, 32, 16, -4, -60, 36, -48, -6, -86, 0, -144, 18, -4, -88, -80, 0, -16, 48, -8, -36, -18, -24, -112, -12, -12, -48, 48, -8, -12, -54, 32, 24, 240, 16, -56, -8, 48, 40, 40, -24, 18, 32, -4, -12], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 120106
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 55, 'conrey_indexes': [55, 61], 'label': '78.2.e', 'level': 78, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 3, 'sub_conrey_indexes': [3, 9], 'sub_dim': 2, 'sub_label': '26.2.c', 'sub_level': 26, 'sub_mult': 2, 'weight': 2}
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id: 120107
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 55, 'conrey_indexes': [55, 61], 'label': '78.2.e', 'level': 78, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 16, 'sub_conrey_indexes': [16, 22], 'sub_dim': 6, 'sub_label': '39.2.e', 'sub_level': 39, 'sub_mult': 2, 'weight': 2}
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id: 120108
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 55, 'conrey_indexes': [55, 61], 'label': '78.2.e', 'level': 78, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 55, 'sub_conrey_indexes': [55, 61], 'sub_dim': 4, 'sub_label': '78.2.e', 'sub_level': 78, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 5, 'label': '78.2.e', 'level': 78, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 45223000
{'hecke_orbit_code': 274911461454, 'n': 1, 'trace_an': 4}
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id: 45223001
{'hecke_orbit_code': 274911461454, 'n': 2, 'trace_an': 2}
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id: 45223002
{'hecke_orbit_code': 274911461454, 'n': 3, 'trace_an': 0}
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id: 45223003
{'hecke_orbit_code': 274911461454, 'n': 4, 'trace_an': -2}
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id: 45223004
{'hecke_orbit_code': 274911461454, 'n': 5, 'trace_an': 4}
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id: 45223005
{'hecke_orbit_code': 274911461454, 'n': 6, 'trace_an': 0}
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id: 45223006
{'hecke_orbit_code': 274911461454, 'n': 7, 'trace_an': 0}
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id: 45223007
{'hecke_orbit_code': 274911461454, 'n': 8, 'trace_an': -4}
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id: 45223008
{'hecke_orbit_code': 274911461454, 'n': 9, 'trace_an': -2}
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id: 45223009
{'hecke_orbit_code': 274911461454, 'n': 10, 'trace_an': 2}
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id: 45223010
{'hecke_orbit_code': 274911461454, 'n': 11, 'trace_an': -8}
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id: 45223011
{'hecke_orbit_code': 274911461454, 'n': 12, 'trace_an': 0}
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id: 45223012
{'hecke_orbit_code': 274911461454, 'n': 13, 'trace_an': -2}
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id: 45223013
{'hecke_orbit_code': 274911461454, 'n': 14, 'trace_an': 0}
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id: 45223014
{'hecke_orbit_code': 274911461454, 'n': 15, 'trace_an': -4}
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id: 45223015
{'hecke_orbit_code': 274911461454, 'n': 16, 'trace_an': -2}
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id: 45223016
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